UPSKILL MATH PLUS
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Learn moreLine \(l\) is the bisector of an angle \(∠ A\) and \(B\) is any point on \(l\). \(BP\) and \(BQ\) are perpendiculars from \(B\) to the arms of \(∠A\).
Show that:
(i) \(∆ APB ≅ ∆ AQB\)
(ii) \(BP = BQ\) or \(B\) is equidistant from the arms of \(∠A\).
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